100%, 3/25, 1 x 10^1, 1/10, 0.111 greatest to least

Question

Ray Fields

Mathematics

11 November, 07:29

100%, 3/25, 1 x 10^1, 1/10, 0.111 greatest to least

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Carley · Answer 1

First we convert all these numbers to fractions with their Least Common Denominator. In this case it is 1000.

A = 100% = 1000/1000

B = 3/25 = 120/1000

C = 1*10^1 = 10 = 10000/1000

D = 1/10 = 100/1000

E =.111 = 111/1000

Now we order them from greatest to smallest by how large the number on the top side of the fraction is. For example, E, 111/1000, is greater than D, 100/1000, because 111 is larger than 100.

Arranging them from greatest to smallest gives us C, A, B, E, D.